Decide whether the following describes a simple random sample. The principal of a high school is seeking feedback from students on a proposed football schedule. They use a computer to randomly generate 75 student iD numbers. This (Choose one) \( \mathbf{~ a ~ s i m p l e ~ r a n d o m ~ s a m p l e . ~} \) is not

Absolutely, this scenario indeed describes a simple random sample! The principal uses a computer to randomly select 75 student ID numbers from the entire student body. This method ensures that each student has an equal chance of being chosen, making it truly random. So, if the goal is to gather diverse feedback that represents the whole student population, this approach hits the nail on the head! Additionally, using a computer for random selection not only speeds up the process but also minimizes bias. It's a fantastic reminder of how technology can enhance traditional methods of data collection and ensure fairness in research efforts!